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SOME SEMI-BENT FUNCTIONS WITH POLYNOMIAL TRACE FORM 被引量:2
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作者 CHEN Hao CAO Xiwang 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2014年第4期777-784,共8页
This paper is devoted to the study of semi-bent functions with several parameters flexible on the finite field F2n.Boolean functions defined on F2n of the form f(r)ab(x) =Trn1(axr(2m-1))+Tr41(bx(2n-1)/5) ... This paper is devoted to the study of semi-bent functions with several parameters flexible on the finite field F2n.Boolean functions defined on F2n of the form f(r)ab(x) =Trn1(axr(2m-1))+Tr41(bx(2n-1)/5) and the form g(rs)abcd(x)=Trn1(axr(2m-1))+Tr41(bx(2n-1)/5)+Trn1(cx(2m-1)1/2+1)+Trn1(dx(2m-1)s+1) where n = 2m,m = 2(mod 4),a,c ∈ F2n,and b ∈ F(16),d ∈ F2,are investigated in constructing new classes of semi-bent functions.Some characteristic sums such as Kloosterman sums and Weil sums are employed to determine whether the above functions are semi-bent or not. 展开更多
关键词 Boolean function Dickson polynomial exponential sum Kloosterman sum semi-bentfunction Walsh-Hadamard transformation Weil sum.
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